Question

Adam likes his caffé latte prepared to contain exactly 1/4 espresso and 3/4 steamed milk by...

Adam likes his caffé latte prepared to contain exactly 1/4 espresso and 3/4 steamed milk by volume. On a graph with the volume of steamed milk on the horizontal axis and the volume of espresso on the vertical axis, draw two of his indifference curves, U1 and U2, with U1 > U2.

0 0
Add a comment Improve this question Transcribed image text
Answer #1

Since each part of caffé latte has 0.25 part of espresso ES and 0.75 part of steamed milk SM, the preferences indicate a perfect complementary relationship between espresso and steamed milk. This implies, ES/SM = 0.25/0.75 or 3ES = SM.

The utility function is given by U = min (3ES, SM). We have U1 = 9 so that SM = 9 and ES = 3. Similarly, U2 = 2 where SM = 2 and ES = 0.67

Volume of espressd 0.67 Volume of steamed milk

Add a comment
Know the answer?
Add Answer to:
Adam likes his caffé latte prepared to contain exactly 1/4 espresso and 3/4 steamed milk by...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • Maria always begins her day with a latte. She makes it by adding coffee and milk...

    Maria always begins her day with a latte. She makes it by adding coffee and milk in the following proportions: for any three (fluid) ounces (fl oz) of coffee (x) she exactly wants four fl oz of steamed milk (y). In other words coffee and steamed milk are perfect complements. 1. In a diagram, plot Maria’s preferences (indifference maps). Depict three indifference curves that pass through the following bundles (4, 4), (2, 6) and (6, 8). What is the MRS...

  • Consider the utility function U(x,y) = 3x+y, with MUx=3 and MUy=1 e) On a graph with...

    Consider the utility function U(x,y) = 3x+y, with MUx=3 and MUy=1 e) On a graph with x on the horizontal axis and y on the vertical axis, draw a typical indifference curve (it is not exactly to scale, but it needs to reflect accurately whether there is a diminishing MRS x,y). Also, indicate on your graph whether the indifference curve will intersect either or both exes. label the curve U1. f) on the same graph draw a second indifference curve...

  • Consider the utility function U(x,y) = 3x+y, with MUx=3 and MUy=1 a) Is the assumption that...

    Consider the utility function U(x,y) = 3x+y, with MUx=3 and MUy=1 a) Is the assumption that more is better satisfied for both goods b) Does the marginal utility of x diminish, remain constant, or increase as the consumer buys more x? Explain. c)What is MRS x,y? d) Is MRS x,y diminishing, constant, or increasing as the consumer substitutes x for y along an indifference curve? e) On a graph with x on the horizontal axis and y on the vertical...

  • Consider the utility function U(x,y) = 3x+y, with MUx=3 and MUy=1 a) Is the assumption that...

    Consider the utility function U(x,y) = 3x+y, with MUx=3 and MUy=1 a) Is the assumption that more is better satisfied for both goods b) Does the marginal utility of x diminish, remain constant, or increase as the consumer buys more x? Explain. c)What is MRS x,y? d) Is MRS x,y diminishing, constant, or increasing as the consumer substitutes x for y along an indifference curve? e) On a graph with x on the horizontal axis and y on the vertical...

  • Tom likes cookies (c) and milk (ml). He always takes one cup of cookies with two...

    Tom likes cookies (c) and milk (ml). He always takes one cup of cookies with two cups of milk. Both cookies and milk cost $2 per cup. Tom has $24 to spend on these two goods. Consider a price drop in milk to $1 per cup. What kind of preferences does Tom have? Illustrate the shape of his indifference curves (cookies are measured on the y-axis). Derive his demand functions for cookies and milk. Find his optimal consumption bundle before...

  • 2. (30 pts) Carol likes milk (201) and cookies (2). She always takes one cup of...

    2. (30 pts) Carol likes milk (201) and cookies (2). She always takes one cup of cookies with two cups of milk. Let Pı be the price of milk (per cup), P2 be the price of cookies (per cup), and m be her weekly income. (a) Draw some of her indifference curves and find her ordinary demand functions for milk and cookies. (b) Derive her price offer curves and her income offer curve. (c) Suppose that Pı = P2 =...

  • 3.2) (10 points) Jane likes to have Tea (T) with Cookies (C). She always has 4...

    3.2) (10 points) Jane likes to have Tea (T) with Cookies (C). She always has 4 cookies for every cup of tea. 3.2a) (points) Draw 2 indifference curves that describe her preferences with Cookies (C) on the horizontal axis and Tea (T) on the vertical axis. 3.2b) (3 points) What is her utility function that would represent her preferences? • Her utility function: UCT) - 3.2c) (4 points) If the price of a cup of tea, Py = $2 and...

  • draw a diagram containing three indifference curves. Also write a short (1-2 sentence) explanation of why...

    draw a diagram containing three indifference curves. Also write a short (1-2 sentence) explanation of why you have drawn each indifference curve this way. Sophia consumes two goods, hummus and carrots. For each carrot she consumes, she needs exactly 3 ounces of hummus. Place carrots on the horizontal axis and hummus on the vertical axis.

  • Preferences. 1. Two consumers, Amr and Chris, have utility functions that depend on their consumption of...

    Preferences. 1. Two consumers, Amr and Chris, have utility functions that depend on their consumption of 2 goods: Books on Monetary Economics (M), and Books on Economic Development (D): Amr’s Utility = ?? 1 5?? 4 5 and Chris’s Utility = ?? 1 2?? 1 2. a. What is each consumer’s Marginal Rate of Substitution � ???? ????�, i.e., conceiving of D as the horizontal axis good? b. Which consumer “likes” Economic Development books more? c. Graph Amr’s indifference curves...

  • Indifference curves and utility: Consider the utility function ? (?1, ?2) = 6?1^1/2 + ?2 that...

    Indifference curves and utility: Consider the utility function ? (?1, ?2) = 6?1^1/2 + ?2 that describes Moe’spreferences. For the following, think of q1 as the variable you would graph on the horizontal axis. a. Derive an expression for his marginal utility (U1) from a small increase in q1 holding q2 fixed. Also, find U2. b. What is Moe’s marginal rate of substitution (MRS)? Give a brief (2 sentences maximum) intuitive description of what MRS represents. c. Given your answer...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT